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Открытые данные

Форма № 5-ГЛР Распределение площади лесных насаждений по группам пород, группам возраста, полнотам и классам бонитета

Ссылки на наборы данных в формате: json | xml

Возможные входные параметры (filter_params):

Переменная Описание
id Идентификатор набора данных
fields Выбор только нужных полей через запятую
sortby Сортировка по полю
type Тип выдачи данных - xml, json

Возможные поля данных (fields):

Название поля Описание
Группы возраста и полноты
Код строки
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), хвойные, II и выше
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), хвойные, III
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), хвойные, IV
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), хвойные, V
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), хвойные, VА-VБ
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), хвойные, итого
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), твердолиственные, II и выше
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), твердолиственные, III
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), твердолиственные, IV
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), твердолиственные, V
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), твердолиственные, VА-VБ
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), твердолиственные, итого
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), мягколиственные, II и выше
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), мягколиственные, III
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), мягколиственные, IV
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), мягколиственные, V
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), мягколиственные, VА-VБ
Площади лесных насаждений по группам пород и классам бонитета, га (тыс. га ), мягколиственные, итого

Данные:

Массив данных
1
Array
(
    [0] => А
    [1] => Б
    [2] => 1
    [3] => 2
    [4] => 3
    [5] => 4
    [6] => 5
    [7] => 6
    [8] => 7
    [9] => 8
    [10] => 9
    [11] => 10
    [12] => 11
    [13] => 12
    [14] => 13
    [15] => 14
    [16] => 15
    [17] => 16
    [18] => 17
    [19] => 18
)
2
Array
(
    [0] => Томская область
    [1] => 
    [2] => 
    [3] => 
    [4] => 
    [5] => 
    [6] => 
    [7] => 
    [8] => 
    [9] => 
    [10] => 
    [11] => 
    [12] => 
    [13] => 
    [14] => 
    [15] => 
    [16] => 
    [17] => 
    [18] => 
    [19] => 
)
3
Array
(
    [0] => Молодняки
    [1] => 
    [2] => 
    [3] => 
    [4] => 
    [5] => 
    [6] => 
    [7] => 
    [8] => 
    [9] => 
    [10] => 
    [11] => 
    [12] => 
    [13] => 
    [14] => 
    [15] => 
    [16] => 
    [17] => 
    [18] => 
    [19] => 
)
4
Array
(
    [0] => 0
    [1] => 10
    [2] => 24.0
    [3] => 40.4
    [4] => 57.3
    [5] => 12.3
    [6] => 9.5
    [7] => 143.5
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 50.9
    [15] => 73.3
    [16] => 24.8
    [17] => 3.3
    [18] => 0.5
    [19] => 152.8
)
5
Array
(
    [0] => 0
    [1] => 11
    [2] => 26.1
    [3] => 61.7
    [4] => 91.4
    [5] => 16.8
    [6] => 10.9
    [7] => 206.9
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 51.1
    [15] => 94.1
    [16] => 42.7
    [17] => 3.8
    [18] => 0.7
    [19] => 192.4
)
6
Array
(
    [0] => 1
    [1] => 12
    [2] => 38.0
    [3] => 98.6
    [4] => 144.5
    [5] => 22.9
    [6] => 11.7
    [7] => 315.7
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 68.7
    [15] => 147.5
    [16] => 50.1
    [17] => 4.8
    [18] => 0.9
    [19] => 272.0
)
7
Array
(
    [0] => 1
    [1] => 13
    [2] => 34.0
    [3] => 111.2
    [4] => 136.1
    [5] => 18.6
    [6] => 7.3
    [7] => 307.2
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 60.7
    [15] => 126.8
    [16] => 45.7
    [17] => 4.2
    [18] => 1.0
    [19] => 238.4
)
8
Array
(
    [0] => 1
    [1] => 14
    [2] => 21.1
    [3] => 71.2
    [4] => 94.3
    [5] => 12.7
    [6] => 4.1
    [7] => 203.4
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 38.3
    [15] => 59.3
    [16] => 33.0
    [17] => 1.9
    [18] => 0.4
    [19] => 132.9
)
9
Array
(
    [0] => 0.9-1.0
    [1] => 15
    [2] => 18.3
    [3] => 38.9
    [4] => 48.7
    [5] => 6.7
    [6] => 2.3
    [7] => 114.9
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 25.3
    [15] => 43.5
    [16] => 26.9
    [17] => 1.3
    [18] => 0.3
    [19] => 97.3
)
10
Array
(
    [0] => Итого
    [1] => 16
    [2] => 161.5
    [3] => 422.0
    [4] => 572.3
    [5] => 90.0
    [6] => 45.8
    [7] => 1291.6
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 295.0
    [15] => 544.5
    [16] => 223.2
    [17] => 19.3
    [18] => 3.8
    [19] => 1085.8
)
11
Array
(
    [0] => Средневозрастные
    [1] => 
    [2] => 
    [3] => 
    [4] => 
    [5] => 
    [6] => 
    [7] => 
    [8] => 
    [9] => 
    [10] => 
    [11] => 
    [12] => 
    [13] => 
    [14] => 
    [15] => 
    [16] => 
    [17] => 
    [18] => 
    [19] => 
)
12
Array
(
    [0] => 0.3-0.4
    [1] => 20
    [2] => 19.3
    [3] => 79.8
    [4] => 243.8
    [5] => 111.8
    [6] => 83.4
    [7] => 538.1
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 60.7
    [15] => 65.0
    [16] => 17.9
    [17] => 5.4
    [18] => 3.0
    [19] => 152.0
)
13
Array
(
    [0] => 0
    [1] => 21
    [2] => 26.7
    [3] => 104.7
    [4] => 327.6
    [5] => 143.1
    [6] => 97.0
    [7] => 699.1
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 82.4
    [15] => 97.6
    [16] => 26.8
    [17] => 6.8
    [18] => 3.6
    [19] => 217.2
)
14
Array
(
    [0] => 1
    [1] => 22
    [2] => 35.1
    [3] => 96.0
    [4] => 218.0
    [5] => 91.4
    [6] => 67.7
    [7] => 508.2
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 143.6
    [15] => 169.3
    [16] => 46.1
    [17] => 14.0
    [18] => 3.5
    [19] => 376.5
)
15
Array
(
    [0] => 1
    [1] => 23
    [2] => 37.8
    [3] => 72.0
    [4] => 130.9
    [5] => 42.9
    [6] => 32.3
    [7] => 315.9
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 171.8
    [15] => 207.9
    [16] => 67.5
    [17] => 17.7
    [18] => 5.5
    [19] => 470.4
)
16
Array
(
    [0] => 1
    [1] => 24
    [2] => 23.2
    [3] => 29.4
    [4] => 54.3
    [5] => 17.4
    [6] => 13.2
    [7] => 137.5
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 127.6
    [15] => 138.6
    [16] => 45.7
    [17] => 8.0
    [18] => 4.1
    [19] => 324.0
)
17
Array
(
    [0] => 0.9-1.0
    [1] => 25
    [2] => 26.9
    [3] => 51.4
    [4] => 190.3
    [5] => 72.1
    [6] => 40.6
    [7] => 381.3
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 68.6
    [15] => 87.4
    [16] => 29.6
    [17] => 5.7
    [18] => 2.9
    [19] => 194.2
)
18
Array
(
    [0] => Итого
    [1] => 26
    [2] => 169.0
    [3] => 433.3
    [4] => 1164.9
    [5] => 478.7
    [6] => 334.2
    [7] => 2580.1
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 654.7
    [15] => 765.8
    [16] => 233.6
    [17] => 57.6
    [18] => 22.6
    [19] => 1734.3
)
19
Array
(
    [0] => Приспевающие
    [1] => 
    [2] => 
    [3] => 
    [4] => 
    [5] => 
    [6] => 
    [7] => 
    [8] => 
    [9] => 
    [10] => 
    [11] => 
    [12] => 
    [13] => 
    [14] => 
    [15] => 
    [16] => 
    [17] => 
    [18] => 
    [19] => 
)
20
Array
(
    [0] => 0.3-0.4
    [1] => 30
    [2] => 12.4
    [3] => 103.6
    [4] => 277.4
    [5] => 116.7
    [6] => 80.5
    [7] => 590.6
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 22.6
    [15] => 20.6
    [16] => 5.4
    [17] => 2.6
    [18] => 2.6
    [19] => 53.8
)
21
Array
(
    [0] => 0
    [1] => 31
    [2] => 15.7
    [3] => 147.0
    [4] => 407.1
    [5] => 155.9
    [6] => 101.0
    [7] => 826.7
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 34.3
    [15] => 31.8
    [16] => 10.6
    [17] => 4.2
    [18] => 2.9
    [19] => 83.8
)
22
Array
(
    [0] => 1
    [1] => 32
    [2] => 22.9
    [3] => 89.9
    [4] => 193.4
    [5] => 80.4
    [6] => 60.7
    [7] => 447.3
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 55.7
    [15] => 52.2
    [16] => 18.0
    [17] => 6.1
    [18] => 3.0
    [19] => 135.0
)
23
Array
(
    [0] => 1
    [1] => 33
    [2] => 20.8
    [3] => 54.7
    [4] => 101.9
    [5] => 39.0
    [6] => 28.6
    [7] => 245.0
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 56.5
    [15] => 57.2
    [16] => 23.5
    [17] => 6.9
    [18] => 3.8
    [19] => 147.9
)
24
Array
(
    [0] => 1
    [1] => 34
    [2] => 9.4
    [3] => 18.3
    [4] => 35.9
    [5] => 12.7
    [6] => 8.8
    [7] => 85.1
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 39.0
    [15] => 35.7
    [16] => 11.7
    [17] => 4.9
    [18] => 2.9
    [19] => 94.2
)
25
Array
(
    [0] => 0.9-1.0
    [1] => 35
    [2] => 3.3
    [3] => 8.1
    [4] => 14.6
    [5] => 4.5
    [6] => 3.1
    [7] => 33.6
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 15.9
    [15] => 15.9
    [16] => 6.9
    [17] => 2.9
    [18] => 1.6
    [19] => 43.2
)
26
Array
(
    [0] => Итого
    [1] => 36
    [2] => 84.5
    [3] => 421.6
    [4] => 1030.3
    [5] => 409.2
    [6] => 282.7
    [7] => 2228.3
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 224.0
    [15] => 213.4
    [16] => 76.1
    [17] => 27.6
    [18] => 16.8
    [19] => 557.9
)
27
Array
(
    [0] => Спелые и перестойные
    [1] => 
    [2] => 
    [3] => 
    [4] => 
    [5] => 
    [6] => 
    [7] => 
    [8] => 
    [9] => 
    [10] => 
    [11] => 
    [12] => 
    [13] => 
    [14] => 
    [15] => 
    [16] => 
    [17] => 
    [18] => 
    [19] => 
)
28
Array
(
    [0] => 0.3-0.4
    [1] => 40
    [2] => 11.0
    [3] => 156.7
    [4] => 330.9
    [5] => 223.1
    [6] => 242.9
    [7] => 964.6
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 143.2
    [15] => 210.3
    [16] => 166.8
    [17] => 69.3
    [18] => 62.8
    [19] => 652.4
)
29
Array
(
    [0] => 0
    [1] => 41
    [2] => 20.4
    [3] => 209.2
    [4] => 419.5
    [5] => 282.9
    [6] => 295.0
    [7] => 1227.0
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 188.8
    [15] => 306.4
    [16] => 226.0
    [17] => 93.5
    [18] => 66.9
    [19] => 881.6
)
30
Array
(
    [0] => 1
    [1] => 42
    [2] => 33.7
    [3] => 208.4
    [4] => 368.6
    [5] => 244.1
    [6] => 251.5
    [7] => 1106.3
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 392.0
    [15] => 580.1
    [16] => 277.1
    [17] => 72.3
    [18] => 41.5
    [19] => 1363.0
)
31
Array
(
    [0] => 1
    [1] => 43
    [2] => 20.4
    [3] => 123.6
    [4] => 236.1
    [5] => 139.4
    [6] => 141.3
    [7] => 660.8
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 433.2
    [15] => 707.3
    [16] => 256.9
    [17] => 54.8
    [18] => 25.7
    [19] => 1477.9
)
32
Array
(
    [0] => 1
    [1] => 44
    [2] => 7.6
    [3] => 38.2
    [4] => 64.1
    [5] => 36.1
    [6] => 37.4
    [7] => 183.4
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 208.8
    [15] => 362.2
    [16] => 99.9
    [17] => 20.7
    [18] => 9.7
    [19] => 701.3
)
33
Array
(
    [0] => 0.9-1.0
    [1] => 45
    [2] => 2.7
    [3] => 14.2
    [4] => 23.2
    [5] => 13.7
    [6] => 13.4
    [7] => 67.2
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 106.3
    [15] => 180.2
    [16] => 43.0
    [17] => 9.4
    [18] => 4.7
    [19] => 343.6
)
34
Array
(
    [0] => Итого
    [1] => 46
    [2] => 95.8
    [3] => 750.3
    [4] => 1442.4
    [5] => 939.3
    [6] => 981.5
    [7] => 4209.3
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 1472.3
    [15] => 2346.5
    [16] => 1069.7
    [17] => 320.0
    [18] => 211.3
    [19] => 5419.8
)
35
Array
(
    [0] => В с е г о
    [1] => 
    [2] => 
    [3] => 
    [4] => 
    [5] => 
    [6] => 
    [7] => 
    [8] => 
    [9] => 
    [10] => 
    [11] => 
    [12] => 
    [13] => 
    [14] => 
    [15] => 
    [16] => 
    [17] => 
    [18] => 
    [19] => 
)
36
Array
(
    [0] => 0.3-0.4
    [1] => 50
    [2] => 66.7
    [3] => 380.5
    [4] => 909.4
    [5] => 463.9
    [6] => 416.3
    [7] => 2236.8
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 277.4
    [15] => 369.2
    [16] => 214.9
    [17] => 80.6
    [18] => 68.9
    [19] => 1011.0
)
37
Array
(
    [0] => 0
    [1] => 51
    [2] => 88.9
    [3] => 522.6
    [4] => 1245.6
    [5] => 598.7
    [6] => 503.9
    [7] => 2959.7
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 356.6
    [15] => 529.9
    [16] => 306.1
    [17] => 108.3
    [18] => 74.1
    [19] => 1375.0
)
38
Array
(
    [0] => 1
    [1] => 52
    [2] => 129.7
    [3] => 492.9
    [4] => 924.5
    [5] => 438.8
    [6] => 391.6
    [7] => 2377.5
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 660.0
    [15] => 949.1
    [16] => 391.3
    [17] => 97.2
    [18] => 48.9
    [19] => 2146.5
)
39
Array
(
    [0] => 1
    [1] => 53
    [2] => 113.0
    [3] => 361.5
    [4] => 605.0
    [5] => 239.9
    [6] => 209.5
    [7] => 1528.9
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 722.2
    [15] => 1099.2
    [16] => 393.6
    [17] => 83.6
    [18] => 36.0
    [19] => 2334.6
)
40
Array
(
    [0] => 1
    [1] => 54
    [2] => 61.3
    [3] => 157.1
    [4] => 248.6
    [5] => 78.9
    [6] => 63.5
    [7] => 609.4
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 413.7
    [15] => 595.8
    [16] => 190.3
    [17] => 35.5
    [18] => 17.1
    [19] => 1252.4
)
41
Array
(
    [0] => 0.9-1.0
    [1] => 55
    [2] => 51.2
    [3] => 112.6
    [4] => 276.8
    [5] => 97.0
    [6] => 59.4
    [7] => 597.0
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 216.1
    [15] => 327.0
    [16] => 106.4
    [17] => 19.3
    [18] => 9.5
    [19] => 678.3
)
42
Array
(
    [0] => Всего
    [1] => 56
    [2] => 510.8
    [3] => 2027.2
    [4] => 4209.9
    [5] => 1917.2
    [6] => 1644.2
    [7] => 10309.3
    [8] => 0.0
    [9] => 0.0
    [10] => 0.0
    [11] => 0.0
    [12] => 0.0
    [13] => 0.0
    [14] => 2646.0
    [15] => 3870.2
    [16] => 1602.6
    [17] => 424.5
    [18] => 254.5
    [19] => 8797.8
)